Tutorial 5 on Cliffords Geometric Algebra

>> YOUR LINK HERE: ___ http://youtube.com/watch?v=W19faZGkRt8

Part 5: Conformal geometric algebra (CGA), Clifford analysis, geometric calculus. CGA: conformal points, conformal planes, linearization of translations with translation operators (translators), motion operators, Lie algebra of conformal transformations, conformal object subspaces: points, point pairs, lines, planes, circles, spheres, intersections. Clifford Analysis: multivector functions, vector differential, vector derivative, examples, rules of multivector differential calculus, multivector integral calculus, fundamental theorem of multivector calculus, path independence, Green's, Stokes', and Gauss' divergence theorems, monogenic functions, Cauchy's integral theorem in n dimensions. By E. Hitzer. University of Nagoya, Japan. 20 Jan. 2012. Recorded by K. Tachibana, Kogakuin University, Tokyo. • Presentation slides: http://erkenntnis.icu.ac.jp/gcj/publi... • Tutorial paper: http://erkenntnis.icu.ac.jp/gcj/publi...

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